考虑太阳帆航天器相对质心特性的非共面行星际飞行仿真

R. Khabibullin, O. Starinova
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引用次数: 1

摘要

该论文致力于配备非完全反射太阳帆的航天器的非共面行星际地球-金星飞行,其加速度的大小和方向是在考虑镜面反射和漫反射、太阳帆表面对光子的吸收和传输的情况下计算的。日心运动的目标是将太阳帆飞船以零双曲超速度转移到金星的希尔球体。本文的一个特点是研究了考虑相对于质心运动的非完全反射太阳帆航天器的运动。该问题分为三个阶段。在第一阶段,形成了用于控制航天器质心运动的标称程序。在第二阶段,确定了足够的角速度,以确保获得标称控制程序,并计算出航天器控制器的参数——位于太阳帆周边的薄膜控制器。薄膜控制器的工作原理非常简单。当施加在薄膜控制器上的电压发生变化时,它们变得透明或不透明,光压力的法向分量存在差异,这为改变航天器在太空中的方向提供了控制扭矩。在第三阶段,模拟了航天器质心和相对质心的联合运动,以证明所获得的控制程序的可行性。因此,对有和没有薄膜控制元件的地球-金星非共面行星际飞行进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Non-coplanar interplanetary flight simulation considering motion relative to the center of mass peculiarities of solar sail spacecraft
The paper is devoted to the non-coplanar interplanetary Earth–Venus flight of a spacecraft equipped with a non-perfectly reflecting solar sail, the magnitude and direction of acceleration from which is calculated taking into account specular and diffuse reflections, absorption and transmission of photons by the surface of the solar sail. The goal of the heliocentric motion is to transfer the solar sail spacecraft into the Hill sphere of Venus with zero hyperbolic excess of speed. A feature of the paper is the study of the motion of a non-perfectly reflecting solar sail spacecraft taking into account the motion relative to the center of mass. The problem is divided into three stages. At the first stage, a nominal program for controlling the motion of the spacecraft center of mass is formed. At the second stage, sufficient angular velocities are determined to ensure the obtained nominal control program and the parameters of the spacecraft controls – thin-film controls located along the perimeter of the solar sail – are calculated. The operating principle of the thin-film controls is quite simple. When the voltage applied to the thin-film controls changes, they become transparent or opaque, there is a difference in the normal components of the light pressure forces, which provides a control torque for changing the orientation of the spacecraft in space. At the third stage, the joint motion of the center of mass and relative to the center of mass of the spacecraft is simulated to demonstrate the feasibility of the obtained control program. As a result, a comparison is made of non-coplanar interplanetary Earth–Venus flights with and without thin-film control elements.
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